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Statistical lensing in COSMOS. Ludovic Van Waerbeke Department of Physics and Astronomy University of British Columbia. With: F. Bernardeau (CEA) Y. Mellier (IAP) E. Semboloni (IAP) & the COSMOS team. Weak lensing two-points statistics: What is measured?.
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Statistical lensing in COSMOS Ludovic Van Waerbeke Department of Physics and Astronomy University of British Columbia With: F. Bernardeau (CEA) Y. Mellier (IAP) E. Semboloni (IAP) & the COSMOS team
Weak lensing two-points statistics: What is measured? <g2>~0.01 s82 W1.6 zs1.4 q-(n+2)/2 • Mass power spectrum normalisation • Slope of the power spectrum • Mean density parameter • Redshift of the sources Contaldi et al. 2004
VIRMOS I~24 Z~0.9 LVW et al. COSMOS should reach ~ same accuracy with two major differences: -followups. In particular photoz enables lenses selection, 3D lensing, etc… -morphology -depth enables high order statistics despite small FOV.
redshift distributions based on the Hubble deep fields 25.<i<27. Zphot~1.4
Inverse pixel mapping into the source plane Singular IS Zlens~0.4 Zsource~3 Re=1.58” M~4.4x1011 Mo h70-1